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Choosing an appropriate hydrological model for rainfall-runoff extremes in small catchments

机译:为小流域的极端降雨径流选择合适的水文模型

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Real and scenario prognosis in engineering hydrology often involves using simulation techniques of mathematical modelling the rainfall-runoff processes in small catchments. These catchments are often up to 50 km2 in area, their character is torrential, and the type of water flow is super-critical. Many of them are ungauged. The damage in the catchments is enormous, and the length of the torrents is about 23% of the total length of small rivers in the Czech Republic. The Smědá experimental mountainous catchment (with the Bíly potok downstream gauge) in the Jizerské hory Mts. was chosen as a model area for simulating extreme rainfall-runoff processes using two different models. For the purposes of evaluating and simulating significant rainfall-runoff episodes, we chose the KINFIL physically-based 2D hydrological model, and ANN, an artificial neural network mathematical “learning” model. A neural network is a model of the non-linear functional dependence between inputs and outputs with free parameters (weights), which are created by iterative gradient learning algorithms utilizing calibration data. The two models are entirely different. They are based on different principles, but both require the same time series (rainfall-runoff) data. However, the parameters of the models are fully different, without any physical comparison. The strength of KINFIL is that there are physically clear parameters corresponding to adequate hydrological process equations, while the strength of ANN lies in the “learning procedure”. Their common property is the rule that the greater the number of measured rainfall-runoff events (pairs), the better fitted the simulation results can be expected.
机译:工程水文学的真实和情景预测通常涉及使用模拟技术对小流域的降雨径流过程进行数学建模。这些集水区的面积通常高达50 km 2 ,它们的特征是洪流,水流类型是超临界的。他们中的许多人是无约束的。流域的破坏是巨大的,洪流的长度约为捷克共和国小河总长度的23%。 Jizerskéhory山上的Smědá实验性山区流域(下游有Bílypotok规)。被选为使用两个不同模型来模拟极端降雨-径流过程的模型区域。为了评估和模拟重大降雨径流事件,我们选择了基于KINFIL的基于物理的二维水文模型和一个人工神经网络数学“学习”模型ANN。神经网络是输入和输出之间具有自由参数(权重)的非线性函数相关性的模型,这些参数是通过使用校准数据的迭代梯度学习算法创建的。两种模式完全不同。它们基于不同的原理,但是都需要相同的时间序列(降雨-径流)数据。但是,模型的参数完全不同,没有任何物理比较。 KINFIL的优势在于存在与足够的水文过程方程式相对应的物理清晰参数,而ANN的优势在于“学习程序”。它们的共同属性是这样的规则,即所测量的降雨径流事件(对)的数量越多,可以预期的模拟结果就越好。

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